When solving ratio problems with several parts, I like to break it down into smaller steps. Here’s how I do it:

1. Find the Ratios: First, I read the problem carefully. I look for ratios. For example, if it says, "the ratio of cats to dogs is 3:2," I write that down.

2. Use Variables: Next, I give names to the different amounts. I can use $x$ for cats and $y$ for dogs. This makes my thoughts clearer.

3. Write Equations: Then, I create equations based on the ratios. Using the example from before, I can say $x:y = 3:2$, which means $2x = 3y$.

4. Solve the Equations: Finally, I solve these equations together. I might use shortcuts called substitution or elimination to find the values of $x$ and $y$.

This way helps me stay organized and makes it simpler to see how everything fits together!